The electric field in a region is given by : E = (4axysqrt(z))hat(i)+(2ax^(2)y//sqrt(z))hat(j)+(ax^(2)y//sqrt(z))hat(k) , where a ispositive constant. The equation of an equipotential surface will be of the form

The electric field in a region is given by : E = (4axysqrt(z))hat(i)+(

1.	The electric field in a region is given by : E = (4axysqrt(z))hat(i)+(2ax^(2)y//sqrt(z))hat(j)+(ax^(2)y//sqrt(z))hat(k) , where a ispositive constant. The equation of an equipotential surface will be of the form
Answer» z = CONSTANT /`[x^(2)y^(2)]` z = constant / `[XY^(2)]` z = constant / `[(x^(2)y^(2)]` None Answer :C

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The electric field in a region is given by : E = (4axysqrt(z))hat(i)+(2ax^(2)y//sqrt(z))hat(j)+(ax^(2)y//sqrt(z))hat(k) , where a ispositive constant. The equation of an equipotential surface will be of the form

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